<!DOCTYPE html>
<html lang="en">

<head>
  <meta charset="UTF-8">
  <meta name="viewport" content="width=device-width, initial-scale=1.0">
  <title>Interactive BOM for KiCAD</title>
  <style type="text/css">
:root {
  --pcb-edge-color: black;
  --pad-color: #878787;
  --pad-hole-color: #CCCCCC;
  --pad-color-highlight: #D04040;
  --pin1-outline-color: #ffb629;
  --pin1-outline-color-highlight: #b4ff03;
  --silkscreen-edge-color: #aa4;
  --silkscreen-polygon-color: #4aa;
  --silkscreen-text-color: #4aa;
  --fabrication-edge-color: #907651;
  --fabrication-polygon-color: #907651;
  --fabrication-text-color: #a27c24;
  --track-color: #def5f1;
  --track-color-highlight: #D04040;
  --zone-color: #def5f1;
  --zone-color-highlight: #d0404080;
}

html, body {
  margin: 0px;
  height: 100%;
  font-family: Verdana, sans-serif;
}

.dark.topmostdiv {
  --pcb-edge-color: #eee;
  --pad-color: #808080;
  --pin1-outline-color: #ffa800;
  --pin1-outline-color-highlight: #ccff00;
  --track-color: #42524f;
  --zone-color: #42524f;
  background-color: #252c30;
  color: #eee;
}

button {
  background-color: #eee;
  border: 1px solid #888;
  color: black;
  height: 44px;
  width: 44px;
  text-align: center;
  text-decoration: none;
  display: inline-block;
  font-size: 14px;
  font-weight: bolder;
}

.dark button {
  /* This will be inverted */
  background-color: #c3b7b5;
}

button.depressed {
  background-color: #0a0;
  color: white;
}

.dark button.depressed {
  /* This will be inverted */
  background-color: #b3b;
}

button:focus {
  outline: 0;
}

button#tb-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
}

button#lr-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
}

button#bom-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-grouped-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-ungrouped-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-netlist-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E");
}

button#copy {
  background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E");
  background-position: 6px 6px;
  background-repeat: no-repeat;
  background-size: 26px 26px;
  border-radius: 6px;
  height: 40px;
  width: 40px;
  margin: 10px 5px;
}

button#copy:active {
    box-shadow: inset 0px 0px 5px #6c6c6c;
}

textarea.clipboard-temp {
  position: fixed;
  top: 0;
  left: 0;
  width: 2em;
  height: 2em;
  padding: 0;
  border: None;
  outline: None;
  box-shadow: None;
  background: transparent;
}

.left-most-button {
  border-right: 0;
  border-top-left-radius: 6px;
  border-bottom-left-radius: 6px;
}

.middle-button {
  border-right: 0;
}

.right-most-button {
  border-top-right-radius: 6px;
  border-bottom-right-radius: 6px;
}

.button-container {
  font-size: 0;
  margin: 10px 10px 10px 0px;
}

.dark .button-container {
  filter: invert(1);
}

.button-container button {
  background-size: 32px 32px;
  background-position: 5px 5px;
  background-repeat: no-repeat;
}

@media print {
  .hideonprint {
    display: none;
  }
}

canvas {
  cursor: crosshair;
}

canvas:active {
  cursor: grabbing;
}

.fileinfo {
  width: 100%;
  max-width: 1000px;
  border: none;
  padding: 5px;
}

.fileinfo .title {
  font-size: 20pt;
  font-weight: bold;
}

.fileinfo td {
  overflow: hidden;
  white-space: nowrap;
  max-width: 1px;
  width: 50%;
  text-overflow: ellipsis;
}

.bom {
  border-collapse: collapse;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 10pt;
  table-layout: fixed;
  width: 100%;
  margin-top: 1px;
}

.bom th, .bom td {
  border: 1px solid black;
  padding: 5px;
  word-wrap: break-word;
  text-align: center;
  position: relative;
}

.dark .bom th, .dark .bom td {
  border: 1px solid #777;
}

.bom th {
  background-color: #CCCCCC;
  background-clip: padding-box;
}

.dark .bom th {
  background-color: #3b4749;
}

.bom tr.highlighted:nth-child(n) {
  background-color: #cfc;
}

.dark .bom tr.highlighted:nth-child(n) {
  background-color: #226022;
}

.bom tr:nth-child(even) {
  background-color: #f2f2f2;
}

.dark .bom tr:nth-child(even) {
  background-color: #313b40;
}

.bom tr.checked {
  color: #aaa;
}

.dark .bom tr.checked {
  color: #666;
}

.bom tr {
  transition: background-color 0.2s;
}

.bom .numCol {
  width: 25px;
}

.bom .Description {
  width: 10%;
}

.bom .Part {
  width: 10%;
}

.bom .Value {
  width: 15%;
}

.bom .Quantity {
  width: 65px;
}

.bom th .sortmark {
  position: absolute;
  right: 1px;
  top: 1px;
  margin-top: -5px;
  border-width: 5px;
  border-style: solid;
  border-color: transparent transparent #221 transparent;
  transform-origin: 50% 85%;
  transition: opacity 0.2s, transform 0.4s;
}

.dark .bom th .sortmark {
  filter: invert(1);
}

.bom th .sortmark.none {
  opacity: 0;
}

.bom th .sortmark.desc {
  transform: rotate(180deg);
}

.bom th:hover .sortmark.none {
  opacity: 0.5;
}

.bom .bom-checkbox {
  width: 30px;
  position: relative;
  user-select: none;
  -moz-user-select: none;
}

.bom .bom-checkbox:before {
  content: "";
  position: absolute;
  border-width: 15px;
  border-style: solid;
  border-color: #51829f transparent transparent transparent;
  visibility: hidden;
  top: -15px;
}

.bom .bom-checkbox:after {
  content: "Double click to set/unset all";
  position: absolute;
  color: white;
  top: -35px;
  left: -26px;
  background: #51829f;
  padding: 5px 15px;
  border-radius: 8px;
  white-space: nowrap;
  visibility: hidden;
}

.bom .bom-checkbox:hover:before, .bom .bom-checkbox:hover:after {
  visibility: visible;
  transition: visibility 0.2s linear 1s;
}

.split {
  -webkit-box-sizing: border-box;
  -moz-box-sizing: border-box;
  box-sizing: border-box;
  overflow-y: auto;
  overflow-x: hidden;
  background-color: inherit;
}

.split.split-horizontal, .gutter.gutter-horizontal {
  height: 100%;
  float: left;
}

.gutter {
  background-color: #ddd;
  background-repeat: no-repeat;
  background-position: 50%;
  transition: background-color 0.3s;
}

.dark .gutter {
  background-color: #777;
}

.gutter.gutter-horizontal {
  background-image: url('');
  cursor: ew-resize;
  width: 5px;
}

.gutter.gutter-vertical {
  background-image: url('');
  cursor: ns-resize;
  height: 5px;
}

.searchbox {
  float: left;
  height: 40px;
  margin: 10px 5px;
  padding: 12px 32px;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 18px;
  box-sizing: border-box;
  border: 1px solid #888;
  border-radius: 6px;
  outline: none;
  background-color: #eee;
  transition: background-color 0.2s, border 0.2s;
  background-image: url('');
  background-position: 10px 10px;
  background-repeat: no-repeat;
}

.dark .searchbox {
  background-color: #111;
  color: #eee;
}

.searchbox::placeholder {
  color: #ccc;
}

.dark .searchbox::placeholder {
  color: #666;
}

.filter {
  width: calc(60% - 64px);
}

.reflookup {
  width: calc(40% - 10px);
}

input[type=text]:focus {
  background-color: white;
  border: 1px solid #333;
}

.dark input[type=text]:focus {
  background-color: #333;
  border: 1px solid #ccc;
}

mark.highlight {
  background-color: #5050ff;
  color: #fff;
  padding: 2px;
  border-radius: 6px;
}

.dark mark.highlight {
  background-color: #76a6da;
  color: #111;
}

.menubtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
  background-position: center;
  background-repeat: no-repeat;
}

.statsbtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
}

.iobtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
}

.dark .statsbtn, .dark .savebtn, .dark .menubtn, .dark .iobtn {
  filter: invert(1);
}

.flexbox {
  display: flex;
  align-items: center;
  justify-content: space-between;
  width: 100%;
}

.savebtn {
  background-color: #d6d6d6;
  width: auto;
  height: 30px;
  flex-grow: 1;
  margin: 5px;
  border-radius: 4px;
}

.savebtn:active {
  background-color: #0a0;
  color: white;
}

.dark .savebtn:active {
  /* This will be inverted */
  background-color: #b3b;
}

.stats {
  border-collapse: collapse;
  font-size: 12pt;
  table-layout: fixed;
  width: 100%;
  min-width: 450px;
}

.dark .stats td {
  border: 1px solid #bbb;
}

.stats td {
  border: 1px solid black;
  padding: 5px;
  word-wrap: break-word;
  text-align: center;
  position: relative;
}

#checkbox-stats div {
  position: absolute;
  left: 0;
  top: 0;
  height: 100%;
  width: 100%;
  display: flex;
  align-items: center;
  justify-content: center;
}

#checkbox-stats .bar {
  background-color: rgba(28, 251, 0, 0.6);
}

.menu {
  position: relative;
  display: inline-block;
  margin: 10px 10px 10px 0px;
}

.menu-content {
  display: none;
  position: absolute;
  background-color: white;
  right: 0;
  min-width: 300px;
  box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
  z-index: 100;
  padding: 8px;
}

.dark .menu-content {
  background-color: #111;
}

.menu:hover .menu-content {
  display: block;
}

.menu:hover .menubtn, .menu:hover .iobtn, .menu:hover .statsbtn {
  background-color: #eee;
}

.menu-label {
  display: inline-block;
  padding: 8px;
  border: 1px solid #ccc;
  border-top: 0;
  width: calc(100% - 18px);
}

.menu-label-top {
  border-top: 1px solid #ccc;
}

.menu-textbox {
  float: left;
  height: 24px;
  margin: 10px 5px;
  padding: 5px 5px;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 14px;
  box-sizing: border-box;
  border: 1px solid #888;
  border-radius: 4px;
  outline: none;
  background-color: #eee;
  transition: background-color 0.2s, border 0.2s;
  width: calc(100% - 10px);
}

.menu-textbox.invalid, .dark .menu-textbox.invalid {
  color: red;
}

.dark .menu-textbox {
  background-color: #222;
  color: #eee;
}

.radio-container {
  margin: 4px;
}

.topmostdiv {
  width: 100%;
  height: 100%;
  background-color: white;
  transition: background-color 0.3s;
}

#top {
  height: 78px;
  border-bottom: 2px solid black;
}

.dark #top {
  border-bottom: 2px solid #ccc;
}

#dbg {
  display: block;
}

::-webkit-scrollbar {
  width: 8px;
}

::-webkit-scrollbar-track {
  background: #aaa;
}

::-webkit-scrollbar-thumb {
  background: #666;
  border-radius: 3px;
}

::-webkit-scrollbar-thumb:hover {
  background: #555;
}

.slider {
  -webkit-appearance: none;
  width: 100%;
  margin: 3px 0;
  padding: 0;
  outline: none;
  opacity: 0.7;
  -webkit-transition: .2s;
  transition: opacity .2s;
  border-radius: 3px;
}

.slider:hover {
  opacity: 1;
}

.slider:focus {
  outline: none;
}

.slider::-webkit-slider-runnable-track {
  -webkit-appearance: none;
  width: 100%;
  height: 8px;
  background: #d3d3d3;
  border-radius: 3px;
  border: none;
}

.slider::-webkit-slider-thumb {
  -webkit-appearance: none;
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
  margin-top: -4px;
}

.dark .slider::-webkit-slider-thumb {
  background: #3d3;
}

.slider::-moz-range-thumb {
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
}

.slider::-moz-range-track {
  height: 8px;
  background: #d3d3d3;
  border-radius: 3px;
}

.dark .slider::-moz-range-thumb {
  background: #3d3;
}

.slider::-ms-track {
  width: 100%;
  height: 8px;
  border-width: 3px 0;
  background: transparent;
  border-color: transparent;
  color: transparent;
  transition: opacity .2s;
}

.slider::-ms-fill-lower {
  background: #d3d3d3;
  border: none;
  border-radius: 3px;
}

.slider::-ms-fill-upper {
  background: #d3d3d3;
  border: none;
  border-radius: 3px;
}

.slider::-ms-thumb {
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
  margin: 0;
}

.shameless-plug {
  font-size: 0.8em;
  text-align: center;
  display: block;
}

a {
  color: #0278a4;
}

.dark a {
  color: #00b9fd;
}

#frontcanvas, #backcanvas {
    touch-action: none;
}


  </style>
  <script type="text/javascript" >
///////////////////////////////////////////////
/*
  Split.js - v1.3.5
  MIT License
  https://github.com/nathancahill/Split.js
*/
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///////////////////////////////////////////////

///////////////////////////////////////////////
// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
// This work is free. You can redistribute it and/or modify it
// under the terms of the WTFPL, Version 2
// For more information see LICENSE.txt or http://www.wtfpl.net/
//
// For more information, the home page:
// http://pieroxy.net/blog/pages/lz-string/testing.html
//
// LZ-based compression algorithm, version 1.4.4
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///////////////////////////////////////////////

///////////////////////////////////////////////
/*!
 * PEP v0.4.3 | https://github.com/jquery/PEP
 * Copyright jQuery Foundation and other contributors | http://jquery.org/license
 */
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///////////////////////////////////////////////

///////////////////////////////////////////////
var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": false, "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "extra_fields": []}
///////////////////////////////////////////////

///////////////////////////////////////////////
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"))
///////////////////////////////////////////////

///////////////////////////////////////////////
/* Utility functions */

var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
  pcbdata.metadata.revision + '__#';
var storage;

function initStorage(key) {
  try {
    window.localStorage.getItem("blank");
    storage = window.localStorage;
  } catch (e) {
    // localStorage not available
  }
  if (!storage) {
    try {
      window.sessionStorage.getItem("blank");
      storage = window.sessionStorage;
    } catch (e) {
      // sessionStorage also not available
    }
  }
}

function readStorage(key) {
  if (storage) {
    return storage.getItem(storagePrefix + key);
  } else {
    return null;
  }
}

function writeStorage(key, value) {
  if (storage) {
    storage.setItem(storagePrefix + key, value);
  }
}

function fancyDblClickHandler(el, onsingle, ondouble) {
  return function() {
    if (el.getAttribute("data-dblclick") == null) {
      el.setAttribute("data-dblclick", 1);
      setTimeout(function() {
        if (el.getAttribute("data-dblclick") == 1) {
          onsingle();
        }
        el.removeAttribute("data-dblclick");
      }, 200);
    } else {
      el.removeAttribute("data-dblclick");
      ondouble();
    }
  }
}

function smoothScrollToRow(rowid) {
  document.getElementById(rowid).scrollIntoView({
    behavior: "smooth",
    block: "center",
    inline: "nearest"
  });
}

function focusInputField(input) {
  input.scrollIntoView(false);
  input.focus();
  input.select();
}

function copyToClipboard() {
  var text = '';
  for (var node of bomhead.childNodes[0].childNodes) {
    if (node.firstChild) {
      text = text + node.firstChild.nodeValue;
    }
    if (node != bomhead.childNodes[0].lastChild) {
      text += '\t';
    }
  }
  text += '\n';
  for (var row of bombody.childNodes) {
    for (var cell of row.childNodes) {
      for (var node of cell.childNodes) {
        if (node.nodeName == "INPUT") {
          if (node.checked) {
            text = text + '✓';
          }
        } else if (node.nodeName == "MARK") {
          text = text + node.firstChild.nodeValue;
        } else {
          text = text + node.nodeValue;
        }
      }
      if (cell != row.lastChild) {
        text += '\t';
      }
    }
    text += '\n';
  }
  var textArea = document.createElement("textarea");
  textArea.classList.add('clipboard-temp');
  textArea.value = text;

  document.body.appendChild(textArea);
  textArea.focus();
  textArea.select();

  try {
    if (document.execCommand('copy')) {
      console.log('Bom copied to clipboard.');
    }
  } catch (err) {
    console.log('Can not copy to clipboard.');
  }

  document.body.removeChild(textArea);
}

function removeGutterNode(node) {
  for (var i = 0; i < node.childNodes.length; i++) {
    if (node.childNodes[i].classList &&
      node.childNodes[i].classList.contains("gutter")) {
      node.removeChild(node.childNodes[i]);
      break;
    }
  }
}

function cleanGutters() {
  removeGutterNode(document.getElementById("bot"));
  removeGutterNode(document.getElementById("canvasdiv"));
}

var units = {
  prefixes: {
    giga: ["G", "g", "giga", "Giga", "GIGA"],
    mega: ["M", "mega", "Mega", "MEGA"],
    kilo: ["K", "k", "kilo", "Kilo", "KILO"],
    milli: ["m", "milli", "Milli", "MILLI"],
    micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
    nano: ["N", "n", "nano", "Nano", "NANO"],
    pico: ["P", "p", "pico", "Pico", "PICO"],
  },
  unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
  unitsLong: [
    "OHM", "Ohm", "ohm", "ohms",
    "FARAD", "Farad", "farad",
    "HENRY", "Henry", "henry"
  ],
  getMultiplier: function(s) {
    if (this.prefixes.giga.includes(s)) return 1e9;
    if (this.prefixes.mega.includes(s)) return 1e6;
    if (this.prefixes.kilo.includes(s)) return 1e3;
    if (this.prefixes.milli.includes(s)) return 1e-3;
    if (this.prefixes.micro.includes(s)) return 1e-6;
    if (this.prefixes.nano.includes(s)) return 1e-9;
    if (this.prefixes.pico.includes(s)) return 1e-12;
    return 1;
  },
  valueRegex: null,
}

function initUtils() {
  var allPrefixes = units.prefixes.giga
                    .concat(units.prefixes.mega)
                    .concat(units.prefixes.kilo)
                    .concat(units.prefixes.milli)
                    .concat(units.prefixes.micro)
                    .concat(units.prefixes.nano)
                    .concat(units.prefixes.pico);
  var allUnits = units.unitsShort.concat(units.unitsLong);
  units.valueRegex = new RegExp("^([0-9\.]+)" +
                         "\\s*(" + allPrefixes.join("|") + ")?" +
                         "(" + allUnits.join("|") + ")?" +
                         "(\\b.*)?$", "");
  units.valueAltRegex = new RegExp("^([0-9]*)" +
                         "(" + units.unitsShort.join("|") + ")?" +
                         "([GgMmKkUuNnPp])?" +
                         "([0-9]*)" +
                         "(\\b.*)?$", "");
  for (var bom_type of ["both", "F", "B"]) {
    for (var row of pcbdata.bom[bom_type]) {
      row.push(parseValue(row[1], row[3][0][0]));
    }
  }
}

function parseValue(val, ref) {
  var inferUnit = (unit, ref) => {
    if (unit) {
      unit = unit.toLowerCase();
      if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
        unit = 'r';
      }
      unit = unit[0];
    } else {
      ref = /^([a-z]+)\d+$/i.exec(ref);
      if (ref) {
        ref = ref[1].toLowerCase();
        if (ref == "c") unit = 'f';
        else if (ref == "l") unit = 'h';
        else if (ref == "r" || ref == "rv") unit = 'r';
        else unit = null;
      }
    }
    return unit;
  };
  val = val.replace(/,/g, "");
  var match = units.valueRegex.exec(val);
  var unit;
  if (match) {
    val = parseFloat(match[1]);
    if (match[2]) {
      val = val * units.getMultiplier(match[2]);
    }
    unit = inferUnit(match[3], ref);
    if (!unit) return null;
    else return {
      val: val,
      unit: unit,
      extra: match[4],
    }
  }
  match = units.valueAltRegex.exec(val);
  if (match && (match[1] || match[4])) {
    val = parseFloat(match[1] + "." + match[4]);
    if (match[3]) {
      val = val * units.getMultiplier(match[3]);
    }
    unit = inferUnit(match[2], ref);
    if (!unit) return null;
    else return {
      val: val,
      unit: unit,
      extra: match[5],
    }
  }
  return null;
}

function valueCompare(a, b, stra, strb) {
  if (a === null && b === null) {
    // Failed to parse both values, compare them as strings.
    if (stra != strb) return stra > strb ? 1 : -1;
    else return 0;
  } else if (a === null) {
    return 1;
  } else if (b === null) {
    return -1;
  } else {
    if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
    else if (a.val != b.val) return a.val > b.val ? 1 : -1;
    else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
    else return 0;
  }
}

function validateSaveImgDimension(element) {
  var valid = false;
  var intValue = 0;
  if (/^[1-9]\d*$/.test(element.value)) {
    intValue = parseInt(element.value);
    if (intValue <= 16000) {
      valid = true;
    }
  }
  if (valid) {
    element.classList.remove("invalid");
  } else {
    element.classList.add("invalid");
  }
  return intValue;
}

function saveImage(layer) {
  var width = validateSaveImgDimension(document.getElementById("render-save-width"));
  var height = validateSaveImgDimension(document.getElementById("render-save-height"));
  var bgcolor = null;
  if (!document.getElementById("render-save-transparent").checked) {
    var style = getComputedStyle(topmostdiv);
    bgcolor = style.getPropertyValue("background-color");
  }
  if (!width || !height) return;

  // Prepare image
  var canvas = document.createElement("canvas");
  var layerdict = {
    transform: {
      x: 0,
      y: 0,
      s: 1,
      panx: 0,
      pany: 0,
      zoom: 1,
    },
    bg: canvas,
    fab: canvas,
    silk: canvas,
    highlight: canvas,
    layer: layer,
  }
  // Do the rendering
  recalcLayerScale(layerdict, width, height);
  prepareLayer(layerdict);
  clearCanvas(canvas, bgcolor);
  drawBackground(layerdict, false);
  drawHighlightsOnLayer(layerdict, false);

  // Save image
  var imgdata = canvas.toDataURL("image/png");

  var filename = pcbdata.metadata.title;
  if (pcbdata.metadata.revision) {
    filename += `.${pcbdata.metadata.revision}`;
  }
  filename += `.${layer}.png`;
  saveFile(filename, dataURLtoBlob(imgdata));
}

function saveSettings() {
  var data = {
    type: "InteractiveHtmlBom settings",
    version: 1,
    pcbmetadata: pcbdata.metadata,
    settings: settings,
  }
  var blob = new Blob([JSON.stringify(data, null, 4)], {type: "application/json"});
  saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
}

function loadSettings() {
  var input = document.createElement("input");
  input.type = "file";
  input.accept = ".settings.json";
  input.onchange = function(e) {
    var file = e.target.files[0];
    var reader = new FileReader();
    reader.onload = readerEvent => {
      var content = readerEvent.target.result;
      var newSettings;
      try {
        newSettings = JSON.parse(content);
      } catch(e) {
        alert("Selected file is not InteractiveHtmlBom settings file.");
        return;
      }
      if (newSettings.type != "InteractiveHtmlBom settings") {
        alert("Selected file is not InteractiveHtmlBom settings file.");
        return;
      }
      var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
      if (metadataMatches) {
        for (var k in pcbdata.metadata) {
          if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
            metadataMatches = false;
          }
        }
      }
      if (!metadataMatches) {
        var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
        var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
        if (!confirm(
          `Settins file metadata does not match current metadata.\n\n` +
          `Page metadata:\n${currentMetadata}\n\n` +
          `Settings file metadata:\n${fileMetadata}\n\n` +
          `Press OK if you would like to import settings anyway.`)) {
          return;
        }
      }
      overwriteSettings(newSettings.settings);
    }
    reader.readAsText(file, 'UTF-8');
  }
  input.click();
}

function overwriteSettings(newSettings) {
  initDone = false;
  Object.assign(settings, newSettings);
  writeStorage("bomlayout", settings.bomlayout);
  writeStorage("bommode", settings.bommode);
  writeStorage("canvaslayout", settings.canvaslayout);
  writeStorage("bomCheckboxes", settings.checkboxes.join(","));
  document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
  for (var checkbox of settings.checkboxes) {
    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
  }
  writeStorage("darkenWhenChecked", settings.darkenWhenChecked);
  padsVisible(settings.renderPads);
  document.getElementById("padsCheckbox").checked = settings.renderPads;
  fabricationVisible(settings.renderFabrication);
  document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
  silkscreenVisible(settings.renderSilkscreen);
  document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
  referencesVisible(settings.renderReferences);
  document.getElementById("referencesCheckbox").checked = settings.renderReferences;
  valuesVisible(settings.renderValues);
  document.getElementById("valuesCheckbox").checked = settings.renderValues;
  tracksVisible(settings.renderTracks);
  document.getElementById("tracksCheckbox").checked = settings.renderTracks;
  zonesVisible(settings.renderZones);
  document.getElementById("zonesCheckbox").checked = settings.renderZones;
  dnpOutline(settings.renderDnpOutline);
  document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
  setRedrawOnDrag(settings.redrawOnDrag);
  document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
  setDarkMode(settings.darkMode);
  document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
  setHighlightPin1(settings.highlightpin1);
  document.getElementById("highlightpin1Checkbox").checked = settings.highlightpin1;
  writeStorage("boardRotation", settings.boardRotation);
  document.getElementById("boardRotation").value = settings.boardRotation / 5;
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  initDone = true;
  prepCheckboxes();
  changeBomLayout(settings.bomlayout);
}

function saveFile(filename, blob) {
  var link = document.createElement("a");
  var objurl = URL.createObjectURL(blob);
  link.download = filename;
  link.href = objurl;
  link.click();
}

function dataURLtoBlob(dataurl) {
  var arr = dataurl.split(','), mime = arr[0].match(/:(.*?);/)[1],
      bstr = atob(arr[1]), n = bstr.length, u8arr = new Uint8Array(n);
  while(n--){
      u8arr[n] = bstr.charCodeAt(n);
  }
  return new Blob([u8arr], {type:mime});
}

var settings = {
  canvaslayout: "default",
  bomlayout: "default",
  bommode: "grouped",
  checkboxes: [],
  checkboxStoredRefs: {},
  darkMode: false,
  highlightpin1: false,
  redrawOnDrag: true,
  boardRotation: 0,
  renderPads: true,
  renderReferences: true,
  renderValues: true,
  renderSilkscreen: true,
  renderFabrication: true,
  renderDnpOutline: false,
  renderTracks: true,
  renderZones: true,
}

function initDefaults() {
  settings.bomlayout = readStorage("bomlayout");
  if (settings.bomlayout === null) {
    settings.bomlayout = config.bom_view;
  }
  if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
    settings.bomlayout = config.bom_view;
  }
  settings.bommode = readStorage("bommode");
  if (settings.bommode === null) {
    settings.bommode = "grouped";
  }
  if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
    settings.bommode = "grouped";
  }
  settings.canvaslayout = readStorage("canvaslayout");
  if (settings.canvaslayout === null) {
    settings.canvaslayout = config.layer_view;
  }
  var bomCheckboxes = readStorage("bomCheckboxes");
  if (bomCheckboxes === null) {
    bomCheckboxes = config.checkboxes;
  }
  settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
  document.getElementById("bomCheckboxes").value = bomCheckboxes;

  settings.darkenWhenChecked = readStorage("darkenWhenChecked") || "";
  populateDarkenWhenCheckedOptions();

  function initBooleanSetting(storageString, def, elementId, func) {
    var b = readStorage(storageString);
    if (b === null) {
      b = def;
    } else {
      b = (b == "true");
    }
    document.getElementById(elementId).checked = b;
    func(b);
  }

  initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
  initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
  initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
  initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
  initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
  if ("tracks" in pcbdata) {
    initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
    initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
  } else {
    document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
    tracksVisible(false);
    zonesVisible(false);
  }
  initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
  initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
  initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);
  initBooleanSetting("highlightpin1", config.highlight_pin1, "highlightpin1Checkbox", setHighlightPin1);
  settings.boardRotation = readStorage("boardRotation");
  if (settings.boardRotation === null) {
    settings.boardRotation = config.board_rotation * 5;
  } else {
    settings.boardRotation = parseInt(settings.boardRotation);
  }
  document.getElementById("boardRotation").value = settings.boardRotation / 5;
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
}

// Helper classes for user js callbacks.

const IBOM_EVENT_TYPES = {
  ALL: "all",
  HIGHLIGHT_EVENT: "highlightEvent",
  CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
  BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
}

const EventHandler = {
  callbacks: {},
  init: function() {
    for (eventType of Object.values(IBOM_EVENT_TYPES))
      this.callbacks[eventType] = [];
  },
  registerCallback: function(eventType, callback) {
    this.callbacks[eventType].push(callback);
  },
  emitEvent: function(eventType, eventArgs) {
    event = {
      eventType: eventType,
      args: eventArgs,
    }
    var callback;
    for(callback of this.callbacks[eventType])
      callback(event);
    for(callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
      callback(event);
  }
}
EventHandler.init();

///////////////////////////////////////////////

///////////////////////////////////////////////
/* PCB rendering code */

var emptyContext2d = document.createElement("canvas").getContext("2d");

function deg2rad(deg) {
  return deg * Math.PI / 180;
}

function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
  var point = [
    linepoint[0] * text.width + offsetx,
    linepoint[1] * text.height + offsety
  ];
  // This approximates pcbnew behavior with how text tilts depending on horizontal justification
  point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
  return point;
}

function drawText(ctx, text, color) {
  if ("ref" in text && !settings.renderReferences) return;
  if ("val" in text && !settings.renderValues) return;
  ctx.save();
  ctx.fillStyle = color;
  ctx.strokeStyle = color;
  ctx.lineCap = "round";
  ctx.lineJoin = "round";
  ctx.lineWidth = text.thickness;
  if ("svgpath" in text) {
    ctx.stroke(new Path2D(text.svgpath));
    ctx.restore();
    return;
  }
  ctx.translate(...text.pos);
  ctx.translate(text.thickness * 0.5, 0);
  var angle = -text.angle;
  if (text.attr.includes("mirrored")) {
    ctx.scale(-1, 1);
    angle = -angle;
  }
  var tilt = 0;
  if (text.attr.includes("italic")) {
    tilt = 0.125;
  }
  var interline = text.height * 1.5 + text.thickness;
  var txt = text.text.split("\n");
  // KiCad ignores last empty line.
  if (txt[txt.length - 1] == '') txt.pop();
  ctx.rotate(deg2rad(angle));
  var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
  offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
  for (var i in txt) {
    var lineWidth = text.thickness + interline / 2 * tilt;
    for (var j = 0; j < txt[i].length; j++) {
      if (txt[i][j] == '\t') {
        var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
        lineWidth += fourSpaces - lineWidth % fourSpaces;
      } else {
        if (txt[i][j] == '~') {
          j++;
          if (j == txt[i].length)
            break;
        }
        lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
      }
    }
    var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
    var inOverbar = false;
    for (var j = 0; j < txt[i].length; j++) {
      if (txt[i][j] == '\t') {
        var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
        offsetx += fourSpaces - offsetx % fourSpaces;
        continue;
      } else if (txt[i][j] == '~') {
        j++;
        if (j == txt[i].length)
          break;
        if (txt[i][j] != '~') {
          inOverbar = !inOverbar;
        }
      }
      var glyph = pcbdata.font_data[txt[i][j]];
      if (inOverbar) {
        var overbarStart = [offsetx, -text.height * 1.4 + offsety];
        var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];

        if (!lastHadOverbar) {
          overbarStart[0] += text.height * 1.4 * tilt;
          lastHadOverbar = true;
        }
        ctx.beginPath();
        ctx.moveTo(...overbarStart);
        ctx.lineTo(...overbarEnd);
        ctx.stroke();
      } else {
        lastHadOverbar = false;
      }
      for (var line of glyph.l) {
        ctx.beginPath();
        ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
        for (var k = 1; k < line.length; k++) {
          ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
        }
        ctx.stroke();
      }
      offsetx += glyph.w * text.width;
    }
    offsety += interline;
  }
  ctx.restore();
}

function drawedge(ctx, scalefactor, edge, color) {
  ctx.strokeStyle = color;
  ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
  ctx.lineCap = "round";
  if ("svgpath" in edge) {
    ctx.stroke(new Path2D(edge.svgpath));
  } else {
    ctx.beginPath();
    if (edge.type == "segment") {
      ctx.moveTo(...edge.start);
      ctx.lineTo(...edge.end);
    }
    if (edge.type == "rect") {
      ctx.moveTo(...edge.start);
      ctx.lineTo(edge.start[0], edge.end[1]);
      ctx.lineTo(...edge.end);
      ctx.lineTo(edge.end[0], edge.start[1]);
      ctx.lineTo(...edge.start);
    }
    if (edge.type == "arc") {
      ctx.arc(
        ...edge.start,
        edge.radius,
        deg2rad(edge.startangle),
        deg2rad(edge.endangle));
    }
    if (edge.type == "circle") {
      ctx.arc(
        ...edge.start,
        edge.radius,
        0, 2 * Math.PI);
      ctx.closePath();
    }
    if (edge.type == "curve") {
      ctx.moveTo(...edge.start);
      ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
    }
    ctx.stroke();
  }
}

function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
  // chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
  var path = new Path2D();
  var width = size[0];
  var height = size[1];
  var x = width * -0.5;
  var y = height * -0.5;
  var chamfOffset = Math.min(width, height) * chamfratio;
  path.moveTo(x, 0);
  if (chamfpos & 4) {
    path.lineTo(x, y + height - chamfOffset);
    path.lineTo(x + chamfOffset, y + height);
    path.lineTo(0, y + height);
  } else {
    path.arcTo(x, y + height, x + width, y + height, radius);
  }
  if (chamfpos & 8) {
    path.lineTo(x + width - chamfOffset, y + height);
    path.lineTo(x + width, y + height - chamfOffset);
    path.lineTo(x + width, 0);
  } else {
    path.arcTo(x + width, y + height, x + width, y, radius);
  }
  if (chamfpos & 2) {
    path.lineTo(x + width, y + chamfOffset);
    path.lineTo(x + width - chamfOffset, y);
    path.lineTo(0, y);
  } else {
    path.arcTo(x + width, y, x, y, radius);
  }
  if (chamfpos & 1) {
    path.lineTo(x + chamfOffset, y);
    path.lineTo(x, y + chamfOffset);
    path.lineTo(x, 0);
  } else {
    path.arcTo(x, y, x, y + height, radius);
  }
  path.closePath();
  return path;
}

function getOblongPath(size) {
  return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
}

function getPolygonsPath(shape) {
  if (shape.path2d) {
    return shape.path2d;
  }
  if ("svgpath" in shape) {
    shape.path2d = new Path2D(shape.svgpath);
  } else {
    var path = new Path2D();
    for (var polygon of shape.polygons) {
      path.moveTo(...polygon[0]);
      for (var i = 1; i < polygon.length; i++) {
        path.lineTo(...polygon[i]);
      }
      path.closePath();
    }
    shape.path2d = path;
  }
  return shape.path2d;
}

function drawPolygonShape(ctx, shape, color) {
  ctx.save();
  ctx.fillStyle = color;
  if (!("svgpath" in shape)) {
    ctx.translate(...shape.pos);
    ctx.rotate(deg2rad(-shape.angle));
  }
  ctx.fill(getPolygonsPath(shape));
  ctx.restore();
}

function drawDrawing(ctx, scalefactor, drawing, color) {
  if (["segment", "arc", "circle", "curve"].includes(drawing.type)) {
    drawedge(ctx, scalefactor, drawing, color);
  } else if (drawing.type == "polygon") {
    drawPolygonShape(ctx, drawing, color);
  } else {
    drawText(ctx, drawing, color);
  }
}

function getCirclePath(radius) {
  var path = new Path2D();
  path.arc(0, 0, radius, 0, 2 * Math.PI);
  path.closePath();
  return path;
}

function getCachedPadPath(pad) {
  if (!pad.path2d) {
    // if path2d is not set, build one and cache it on pad object
    if (pad.shape == "rect") {
      pad.path2d = new Path2D();
      pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
    } else if (pad.shape == "oval") {
      pad.path2d = getOblongPath(pad.size);
    } else if (pad.shape == "circle") {
      pad.path2d = getCirclePath(pad.size[0] / 2);
    } else if (pad.shape == "roundrect") {
      pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
    } else if (pad.shape == "chamfrect") {
      pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
    } else if (pad.shape == "custom") {
      pad.path2d = getPolygonsPath(pad);
    }
  }
  return pad.path2d;
}

function drawPad(ctx, pad, color, outline) {
  ctx.save();
  ctx.translate(...pad.pos);
  ctx.rotate(deg2rad(pad.angle));
  if (pad.offset) {
    ctx.translate(...pad.offset);
  }
  ctx.fillStyle = color;
  ctx.strokeStyle = color;
  var path = getCachedPadPath(pad);
  if (outline) {
    ctx.stroke(path);
  } else {
    ctx.fill(path);
  }
  ctx.restore();
}

function drawPadHole(ctx, pad, padHoleColor) {
  if (pad.type != "th") return;
  ctx.save();
  ctx.translate(...pad.pos);
  ctx.rotate(deg2rad(pad.angle));
  ctx.fillStyle = padHoleColor;
  if (pad.drillshape == "oblong") {
    ctx.fill(getOblongPath(pad.drillsize));
  } else {
    ctx.fill(getCirclePath(pad.drillsize[0] / 2));
  }
  ctx.restore();
}

function drawFootprint(ctx, layer, scalefactor, footprint, padColor, padHoleColor, outlineColor, highlight, outline) {
  if (highlight) {
    // draw bounding box
    if (footprint.layer == layer) {
      ctx.save();
      ctx.globalAlpha = 0.2;
      ctx.translate(...footprint.bbox.pos);
      ctx.rotate(deg2rad(-footprint.bbox.angle));
      ctx.translate(...footprint.bbox.relpos);
      ctx.fillStyle = padColor;
      ctx.fillRect(0, 0, ...footprint.bbox.size);
      ctx.globalAlpha = 1;
      ctx.strokeStyle = padColor;
      ctx.strokeRect(0, 0, ...footprint.bbox.size);
      ctx.restore();
    }
  }
  // draw drawings
  for (var drawing of footprint.drawings) {
    if (drawing.layer == layer) {
      drawDrawing(ctx, scalefactor, drawing.drawing, padColor);
    }
  }
  // draw pads
  if (settings.renderPads) {
    for (var pad of footprint.pads) {
      if (pad.layers.includes(layer)) {
        drawPad(ctx, pad, padColor, outline);
        if (pad.pin1 && settings.highlightpin1) {
          drawPad(ctx, pad, outlineColor, true);
        }
      }
    }
    for (var pad of footprint.pads) {
      drawPadHole(ctx, pad, padHoleColor);
    }
  }
}

function drawEdgeCuts(canvas, scalefactor) {
  var ctx = canvas.getContext("2d");
  var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
  for (var edge of pcbdata.edges) {
    drawedge(ctx, scalefactor, edge, edgecolor);
  }
}

function drawFootprints(canvas, layer, scalefactor, highlight) {
  var ctx = canvas.getContext("2d");
  ctx.lineWidth = 3 / scalefactor;
  var style = getComputedStyle(topmostdiv);
  var padColor = style.getPropertyValue('--pad-color');
  var padHoleColor = style.getPropertyValue('--pad-hole-color');
  var outlineColor = style.getPropertyValue('--pin1-outline-color');
  if (highlight) {
    padColor = style.getPropertyValue('--pad-color-highlight');
    outlineColor = style.getPropertyValue('--pin1-outline-color-highlight');
  }
  for (var i = 0; i < pcbdata.footprints.length; i++) {
    var mod = pcbdata.footprints[i];
    var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
    if (!highlight || highlightedFootprints.includes(i)) {
      drawFootprint(ctx, layer, scalefactor, mod, padColor, padHoleColor, outlineColor, highlight, outline);
    }
  }
}

function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
  var ctx = canvas.getContext("2d");
  for (var d of pcbdata[layername][layer]) {
    if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
      drawedge(ctx, scalefactor, d, edgeColor);
    } else if (d.type == "polygon") {
      drawPolygonShape(ctx, d, polygonColor);
    } else {
      drawText(ctx, d, textColor);
    }
  }
}

function drawTracks(canvas, layer, color, highlight) {
  ctx = canvas.getContext("2d");
  ctx.strokeStyle = color;
  ctx.lineCap = "round";
  for(var track of pcbdata.tracks[layer]) {
    if (highlight && highlightedNet != track.net) continue;
    ctx.lineWidth = track.width;
    ctx.beginPath();
    ctx.moveTo(...track.start);
    ctx.lineTo(...track.end);
    ctx.stroke();
  }
}

function drawZones(canvas, layer, color, highlight) {
  ctx = canvas.getContext("2d");
  ctx.strokeStyle = color;
  ctx.fillStyle = color;
  ctx.lineJoin = "round";
  for(var zone of pcbdata.zones[layer]) {
    if (!zone.path2d) {
      zone.path2d = getPolygonsPath(zone);
    }
    if (highlight && highlightedNet != zone.net) continue;
    ctx.fill(zone.path2d);
    if (zone.width > 0) {
      ctx.lineWidth = zone.width;
      ctx.stroke(zone.path2d);
    }
  }
}

function clearCanvas(canvas, color = null) {
  var ctx = canvas.getContext("2d");
  ctx.save();
  ctx.setTransform(1, 0, 0, 1, 0, 0);
  if (color) {
    ctx.fillStyle = color;
    ctx.fillRect(0, 0, canvas.width, canvas.height);
  } else {
    ctx.clearRect(0, 0, canvas.width, canvas.height);
  }
  ctx.restore();
}

function drawNets(canvas, layer, highlight) {
  var style = getComputedStyle(topmostdiv);
  if (settings.renderTracks) {
    var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
    drawTracks(canvas, layer, trackColor, highlight);
  }
  if (settings.renderZones) {
    var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
    drawZones(canvas, layer, zoneColor, highlight);
  }
  if (highlight && settings.renderPads) {
    var padColor = style.getPropertyValue('--pad-color-highlight');
    var padHoleColor = style.getPropertyValue('--pad-hole-color');
    var ctx = canvas.getContext("2d");
    for (var footprint of pcbdata.footprints) {
      // draw pads
      var padDrawn = false;
      for (var pad of footprint.pads) {
        if (highlightedNet != pad.net) continue;
        if (pad.layers.includes(layer)) {
          drawPad(ctx, pad, padColor, false);
          padDrawn = true;
        }
      }
      if (padDrawn) {
        // redraw all pad holes because some pads may overlap
        for (var pad of footprint.pads) {
          drawPadHole(ctx, pad, padHoleColor);
        }
      }
    }
  }
}

function drawHighlightsOnLayer(canvasdict, clear = true) {
  if (clear) {
    clearCanvas(canvasdict.highlight);
  }
  if (highlightedFootprints.length > 0) {
    drawFootprints(canvasdict.highlight, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom, true);
  }
  if (highlightedNet !== null) {
    drawNets(canvasdict.highlight, canvasdict.layer, true);
  }
}

function drawHighlights() {
  drawHighlightsOnLayer(allcanvas.front);
  drawHighlightsOnLayer(allcanvas.back);
}

function drawBackground(canvasdict, clear = true) {
  if (clear) {
    clearCanvas(canvasdict.bg);
    clearCanvas(canvasdict.fab);
    clearCanvas(canvasdict.silk);
  }

  drawNets(canvasdict.bg, canvasdict.layer, false);
  drawFootprints(canvasdict.bg, canvasdict.layer,
    canvasdict.transform.s * canvasdict.transform.zoom, false);

  drawEdgeCuts(canvasdict.bg, canvasdict.transform.s);

  var style = getComputedStyle(topmostdiv);
  var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
  var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
  var textColor = style.getPropertyValue('--silkscreen-text-color');
  if (settings.renderSilkscreen) {
    drawBgLayer(
      "silkscreen", canvasdict.silk, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom,
      edgeColor, polygonColor, textColor);
  }
  edgeColor = style.getPropertyValue('--fabrication-edge-color');
  polygonColor = style.getPropertyValue('--fabrication-polygon-color');
  textColor = style.getPropertyValue('--fabrication-text-color');
  if (settings.renderFabrication) {
    drawBgLayer(
      "fabrication", canvasdict.fab, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom,
      edgeColor, polygonColor, textColor);
  }
}

function prepareCanvas(canvas, flip, transform) {
  var ctx = canvas.getContext("2d");
  ctx.setTransform(1, 0, 0, 1, 0, 0);
  var fontsize = 1.55;
  ctx.scale(transform.zoom, transform.zoom);
  ctx.translate(transform.panx, transform.pany);
  if (flip) {
    ctx.scale(-1, 1);
  }
  ctx.translate(transform.x, transform.y);
  ctx.rotate(deg2rad(settings.boardRotation));
  ctx.scale(transform.s, transform.s);
}

function prepareLayer(canvasdict) {
  var flip = (canvasdict.layer == "B");
  for (var c of ["bg", "fab", "silk", "highlight"]) {
    prepareCanvas(canvasdict[c], flip, canvasdict.transform);
  }
}

function rotateVector(v, angle) {
  angle = deg2rad(angle);
  return [
    v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
    v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
  ];
}

function applyRotation(bbox) {
  var corners = [
    [bbox.minx, bbox.miny],
    [bbox.minx, bbox.maxy],
    [bbox.maxx, bbox.miny],
    [bbox.maxx, bbox.maxy],
  ];
  corners = corners.map((v) => rotateVector(v, settings.boardRotation));
  return {
    minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
    miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
    maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
    maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
  }
}

function recalcLayerScale(layerdict, width, height) {
  var bbox = applyRotation(pcbdata.edges_bbox);
  var scalefactor = 0.98 * Math.min(
    width / (bbox.maxx - bbox.minx),
    height / (bbox.maxy - bbox.miny)
  );
  if (scalefactor < 0.1) {
    scalefactor = 1;
  }
  layerdict.transform.s = scalefactor;
  var flip = (layerdict.layer == "B");
  if (flip) {
    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
  } else {
    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
  }
  layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
  for (var c of ["bg", "fab", "silk", "highlight"]) {
    canvas = layerdict[c];
    canvas.width = width;
    canvas.height = height;
    canvas.style.width = (width / devicePixelRatio) + "px";
    canvas.style.height = (height / devicePixelRatio) + "px";
  }
}

function redrawCanvas(layerdict) {
  prepareLayer(layerdict);
  drawBackground(layerdict);
  drawHighlightsOnLayer(layerdict);
}

function resizeCanvas(layerdict) {
  var canvasdivid = {
    "F": "frontcanvas",
    "B": "backcanvas"
  } [layerdict.layer];
  var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
  var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
  recalcLayerScale(layerdict, width, height);
  redrawCanvas(layerdict);
}

function resizeAll() {
  resizeCanvas(allcanvas.front);
  resizeCanvas(allcanvas.back);
}

function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
  var A = x - x1;
  var B = y - y1;
  var C = x2 - x1;
  var D = y2 - y1;

  var dot = A * C + B * D;
  var len_sq = C * C + D * D;
  var dx, dy;
  if (len_sq == 0) {
    // start and end of the segment coincide
    dx = x - x1;
    dy = y - y1;
  } else {
    var param = dot / len_sq;
    var xx, yy;
    if (param < 0) {
      xx = x1;
      yy = y1;
    } else if (param > 1) {
      xx = x2;
      yy = y2;
    } else {
      xx = x1 + param * C;
      yy = y1 + param * D;
    }
    dx = x - xx;
    dy = y - yy;
  }
  return dx * dx + dy * dy <= d * d;
}

function pointWithinPad(x, y, pad) {
  var v = [x - pad.pos[0], y - pad.pos[1]];
  v = rotateVector(v, -pad.angle);
  if (pad.offset) {
    v[0] -= pad.offset[0];
    v[1] -= pad.offset[1];
  }
  return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
}

function netHitScan(layer, x, y) {
  // Check track segments
  if (settings.renderTracks && pcbdata.tracks) {
    for(var track of pcbdata.tracks[layer]) {
      if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
        return track.net;
      }
    }
  }
  // Check pads
  if (settings.renderPads) {
    for (var footprint of pcbdata.footprints) {
      for(var pad of footprint.pads) {
        if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
          return pad.net;
        }
      }
    }
  }
  return null;
}

function pointWithinFootprintBbox(x, y, bbox) {
  var v = [x - bbox.pos[0], y - bbox.pos[1]];
  v = rotateVector(v, bbox.angle);
  return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
         bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
}

function bboxHitScan(layer, x, y) {
  var result = [];
  for (var i = 0; i < pcbdata.footprints.length; i++) {
    var footprint = pcbdata.footprints[i];
    if (footprint.layer == layer) {
      if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
        result.push(i);
      }
    }
  }
  return result;
}

function handlePointerDown(e, layerdict) {
  if (e.button != 0 && e.button != 1) {
    return;
  }
  e.preventDefault();
  e.stopPropagation();

  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  layerdict.pointerStates[e.pointerId] = {
    distanceTravelled: 0,
    lastX: e.offsetX,
    lastY: e.offsetY,
    downTime: Date.now(),
  };
}

function handleMouseClick(e, layerdict) {
  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  var x = e.offsetX;
  var y = e.offsetY;
  var t = layerdict.transform;
  if (layerdict.layer == "B") {
    x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
  } else {
    x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
  }
  y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
  var v = rotateVector([x, y], -settings.boardRotation);
  if ("nets" in pcbdata) {
    var net = netHitScan(layerdict.layer, ...v);
    if (net !== highlightedNet) {
      netClicked(net);
    }
  }
  if (highlightedNet === null) {
    var footprints = bboxHitScan(layerdict.layer, ...v);
    if (footprints.length > 0) {
      footprintsClicked(footprints);
    }
  }
}

function handlePointerLeave(e, layerdict) {
  e.preventDefault();
  e.stopPropagation();

  if (!settings.redrawOnDrag) {
    redrawCanvas(layerdict);
  }

  delete layerdict.pointerStates[e.pointerId];
}

function resetTransform(layerdict) {
  layerdict.transform.panx = 0;
  layerdict.transform.pany = 0;
  layerdict.transform.zoom = 1;
  redrawCanvas(layerdict);
}

function handlePointerUp(e, layerdict) {
  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  e.preventDefault();
  e.stopPropagation();

  if (e.button == 2) {
    // Reset pan and zoom on right click.
    resetTransform(layerdict);
    layerdict.anotherPointerTapped = false;
    return;
  }

  // We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
  var ptr = layerdict.pointerStates[e.pointerId];
  ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);

  if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
    if (Object.keys(layerdict.pointerStates).length == 1) {
      if (layerdict.anotherPointerTapped) {
        // This is the second pointer coming off of a two-finger tap
        resetTransform(layerdict);
      } else {
        // This is just a regular tap
        handleMouseClick(e, layerdict);
      }
      layerdict.anotherPointerTapped = false;
    } else {
      // This is the first finger coming off of what could become a two-finger tap
      layerdict.anotherPointerTapped = true;
    }
  } else {
    if (!settings.redrawOnDrag) {
      redrawCanvas(layerdict);
    }
    layerdict.anotherPointerTapped = false;
  }

  delete layerdict.pointerStates[e.pointerId];
}

function handlePointerMove(e, layerdict) {
  if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
    return;
  }
  e.preventDefault();
  e.stopPropagation();

  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  var thisPtr = layerdict.pointerStates[e.pointerId];

  var dx = e.offsetX - thisPtr.lastX;
  var dy = e.offsetY - thisPtr.lastY;

  // If this number is low on pointer up, we count the action as a click
  thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);

  if (Object.keys(layerdict.pointerStates).length == 1) {
    // This is a simple drag
    layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
    layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
  } else if (Object.keys(layerdict.pointerStates).length == 2) {
    var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];

    var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
    var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2)     + Math.pow(e.offsetY - otherPtr.lastY, 2));

    var scaleFactor = newDist/oldDist;

    if (scaleFactor != NaN) {
      layerdict.transform.zoom *= scaleFactor;

      var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
      layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
      layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
    }
  }

  thisPtr.lastX = e.offsetX;
  thisPtr.lastY = e.offsetY;

  if (settings.redrawOnDrag) {
    redrawCanvas(layerdict);
  }
}

function handleMouseWheel(e, layerdict) {
  e.preventDefault();
  e.stopPropagation();
  var t = layerdict.transform;
  var wheeldelta = e.deltaY;
  if (e.deltaMode == 1) {
    // FF only, scroll by lines
    wheeldelta *= 30;
  } else if (e.deltaMode == 2) {
    wheeldelta *= 300;
  }
  var m = Math.pow(1.1, -wheeldelta / 40);
  // Limit amount of zoom per tick.
  if (m > 2) {
    m = 2;
  } else if (m < 0.5) {
    m = 0.5;
  }
  t.zoom *= m;
  var zoomd = (1 - m) / t.zoom;
  t.panx += devicePixelRatio * e.offsetX * zoomd;
  t.pany += devicePixelRatio * e.offsetY * zoomd;
  redrawCanvas(layerdict);
}

function addMouseHandlers(div, layerdict) {
  div.addEventListener("pointerdown", function(e) {
    handlePointerDown(e, layerdict);
  });
  div.addEventListener("pointermove", function(e) {
    handlePointerMove(e, layerdict);
  });
  div.addEventListener("pointerup", function(e) {
    handlePointerUp(e, layerdict);
  });
  var pointerleave = function(e) {
    handlePointerLeave(e, layerdict);
  }
  div.addEventListener("pointercancel", pointerleave);
  div.addEventListener("pointerleave", pointerleave);
  div.addEventListener("pointerout", pointerleave);

  div.onwheel = function(e) {
    handleMouseWheel(e, layerdict);
  }
  for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
    element.addEventListener("contextmenu", function(e) {
      e.preventDefault();
    }, false);
  }
}

function setRedrawOnDrag(value) {
  settings.redrawOnDrag = value;
  writeStorage("redrawOnDrag", value);
}

function setBoardRotation(value) {
  settings.boardRotation = value * 5;
  writeStorage("boardRotation", settings.boardRotation);
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  resizeAll();
}

function initRender() {
  allcanvas = {
    front: {
      transform: {
        x: 0,
        y: 0,
        s: 1,
        panx: 0,
        pany: 0,
        zoom: 1,
      },
      pointerStates: {},
      anotherPointerTapped: false,
      bg: document.getElementById("F_bg"),
      fab: document.getElementById("F_fab"),
      silk: document.getElementById("F_slk"),
      highlight: document.getElementById("F_hl"),
      layer: "F",
    },
    back: {
      transform: {
        x: 0,
        y: 0,
        s: 1,
        panx: 0,
        pany: 0,
        zoom: 1,
      },
      pointerStates: {},
      anotherPointerTapped: false,
      bg: document.getElementById("B_bg"),
      fab: document.getElementById("B_fab"),
      silk: document.getElementById("B_slk"),
      highlight: document.getElementById("B_hl"),
      layer: "B",
    }
  };
  addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
  addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
}

///////////////////////////////////////////////

///////////////////////////////////////////////
/* DOM manipulation and misc code */

var bomsplit;
var canvassplit;
var initDone = false;
var bomSortFunction = null;
var currentSortColumn = null;
var currentSortOrder = null;
var currentHighlightedRowId;
var highlightHandlers = [];
var footprintIndexToHandler = {};
var netsToHandler = {};
var highlightedFootprints = [];
var highlightedNet = null;
var lastClicked;

function dbg(html) {
  dbgdiv.innerHTML = html;
}

function redrawIfInitDone() {
  if (initDone) {
    redrawCanvas(allcanvas.front);
    redrawCanvas(allcanvas.back);
  }
}

function padsVisible(value) {
  writeStorage("padsVisible", value);
  settings.renderPads = value;
  redrawIfInitDone();
}

function referencesVisible(value) {
  writeStorage("referencesVisible", value);
  settings.renderReferences = value;
  redrawIfInitDone();
}

function valuesVisible(value) {
  writeStorage("valuesVisible", value);
  settings.renderValues = value;
  redrawIfInitDone();
}

function tracksVisible(value) {
  writeStorage("tracksVisible", value);
  settings.renderTracks = value;
  redrawIfInitDone();
}

function zonesVisible(value) {
  writeStorage("zonesVisible", value);
  settings.renderZones = value;
  redrawIfInitDone();
}

function dnpOutline(value) {
  writeStorage("dnpOutline", value);
  settings.renderDnpOutline = value;
  redrawIfInitDone();
}

function setDarkMode(value) {
  if (value) {
    topmostdiv.classList.add("dark");
  } else {
    topmostdiv.classList.remove("dark");
  }
  writeStorage("darkmode", value);
  settings.darkMode = value;
  redrawIfInitDone();
}

function setFullscreen(value) {
  if (value) {
    document.documentElement.requestFullscreen();
  } else {
    document.exitFullscreen();
  }
}

function fabricationVisible(value) {
  writeStorage("fabricationVisible", value);
  settings.renderFabrication = value;
  redrawIfInitDone();
}

function silkscreenVisible(value) {
  writeStorage("silkscreenVisible", value);
  settings.renderSilkscreen = value;
  redrawIfInitDone();
}

function setHighlightPin1(value) {
  writeStorage("highlightpin1", value);
  settings.highlightpin1 = value;
  redrawIfInitDone();
}

function getStoredCheckboxRefs(checkbox) {
  function convert(ref) {
    var intref = parseInt(ref);
    if (isNaN(intref)) {
      for (var i = 0; i < pcbdata.footprints.length; i++) {
        if (pcbdata.footprints[i].ref == ref) {
          return i;
        }
      }
      return -1;
    } else {
      return intref;
    }
  }
  if (!(checkbox in settings.checkboxStoredRefs)) {
    var val = readStorage("checkbox_" + checkbox);
    settings.checkboxStoredRefs[checkbox] = val ? val : "";
  }
  if (!settings.checkboxStoredRefs[checkbox]) {
    return new Set();
  } else {
    return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
  }
}

function getCheckboxState(checkbox, references) {
  var storedRefsSet = getStoredCheckboxRefs(checkbox);
  var currentRefsSet = new Set(references.map(r => r[1]));
  // Get difference of current - stored
  var difference = new Set(currentRefsSet);
  for (ref of storedRefsSet) {
    difference.delete(ref);
  }
  if (difference.size == 0) {
    // All the current refs are stored
    return "checked";
  } else if (difference.size == currentRefsSet.size) {
    // None of the current refs are stored
    return "unchecked";
  } else {
    // Some of the refs are stored
    return "indeterminate";
  }
}

function setBomCheckboxState(checkbox, element, references) {
  var state = getCheckboxState(checkbox, references);
  element.checked = (state == "checked");
  element.indeterminate = (state == "indeterminate");
}

function createCheckboxChangeHandler(checkbox, references, row) {
  return function() {
    refsSet = getStoredCheckboxRefs(checkbox);
    var darkenWhenChecked = settings.darkenWhenChecked == checkbox;
    eventArgs = {
      checkbox: checkbox,
      refs: references,
    }
    if (this.checked) {
      // checkbox ticked
      for (var ref of references) {
        refsSet.add(ref[1]);
      }
      if (darkenWhenChecked) {
        row.classList.add("checked");
      }
      eventArgs.state = 'checked';
    } else {
      // checkbox unticked
      for (var ref of references) {
        refsSet.delete(ref[1]);
      }
      if (darkenWhenChecked) {
        row.classList.remove("checked");
      }
      eventArgs.state = 'unchecked';
    }
    settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
    updateCheckboxStats(checkbox);
    EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
  }
}

function clearHighlightedFootprints() {
  if (currentHighlightedRowId) {
    document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
    currentHighlightedRowId = null;
    highlightedFootprints = [];
    highlightedNet = null;
  }
}

function createRowHighlightHandler(rowid, refs, net) {
  return function() {
    if (currentHighlightedRowId) {
      if (currentHighlightedRowId == rowid) {
        return;
      }
      document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
    }
    document.getElementById(rowid).classList.add("highlighted");
    currentHighlightedRowId = rowid;
    highlightedFootprints = refs ? refs.map(r => r[1]) : [];
    highlightedNet = net;
    drawHighlights();
    EventHandler.emitEvent(
      IBOM_EVENT_TYPES.HIGHLIGHT_EVENT,
      {
        rowid: rowid,
        refs: refs,
        net: net
      });
  }
}

function entryMatches(entry) {
  if (settings.bommode == "netlist") {
    // entry is just a net name
    return entry.toLowerCase().indexOf(filter) >= 0;
  }
  // check refs
  for (var ref of entry[3]) {
    if (ref[0].toLowerCase().indexOf(filter) >= 0) {
      return true;
    }
  }
  // check extra fields
  for (var i in config.extra_fields) {
    if (entry[4][i].toLowerCase().indexOf(filter) >= 0) {
      return true;
    }
  }
  // check value
  if (entry[1].toLowerCase().indexOf(filter) >= 0) {
    return true;
  }
  // check footprint
  if (entry[2].toLowerCase().indexOf(filter) >= 0) {
    return true;
  }
  return false;
}

function findRefInEntry(entry) {
  return entry[3].filter(r => r[0].toLowerCase() == reflookup);
}

function highlightFilter(s) {
  if (!filter) {
    return s;
  }
  var parts = s.toLowerCase().split(filter);
  if (parts.length == 1) {
    return s;
  }
  var r = "";
  var pos = 0;
  for (var i in parts) {
    if (i > 0) {
      r += '<mark class="highlight">' +
        s.substring(pos, pos + filter.length) +
        '</mark>';
      pos += filter.length;
    }
    r += s.substring(pos, pos + parts[i].length);
    pos += parts[i].length;
  }
  return r;
}

function checkboxSetUnsetAllHandler(checkboxname) {
  return function() {
    var checkboxnum = 0;
    while (checkboxnum < settings.checkboxes.length &&
      settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
      checkboxnum++;
    }
    if (checkboxnum >= settings.checkboxes.length) {
      return;
    }
    var allset = true;
    var checkbox;
    var row;
    for (row of bombody.childNodes) {
      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
      if (!checkbox.checked || checkbox.indeterminate) {
        allset = false;
        break;
      }
    }
    for (row of bombody.childNodes) {
      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
      checkbox.checked = !allset;
      checkbox.indeterminate = false;
      checkbox.onchange();
    }
  }
}

function createColumnHeader(name, cls, comparator) {
  var th = document.createElement("TH");
  th.innerHTML = name;
  th.classList.add(cls);
  th.style.cursor = "pointer";
  var span = document.createElement("SPAN");
  span.classList.add("sortmark");
  span.classList.add("none");
  th.appendChild(span);
  th.onclick = function() {
    if (currentSortColumn && this !== currentSortColumn) {
      // Currently sorted by another column
      currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
      currentSortColumn.childNodes[1].classList.add("none");
      currentSortColumn = null;
      currentSortOrder = null;
    }
    if (currentSortColumn && this === currentSortColumn) {
      // Already sorted by this column
      if (currentSortOrder == "asc") {
        // Sort by this column, descending order
        bomSortFunction = function(a, b) {
          return -comparator(a, b);
        }
        currentSortColumn.childNodes[1].classList.remove("asc");
        currentSortColumn.childNodes[1].classList.add("desc");
        currentSortOrder = "desc";
      } else {
        // Unsort
        bomSortFunction = null;
        currentSortColumn.childNodes[1].classList.remove("desc");
        currentSortColumn.childNodes[1].classList.add("none");
        currentSortColumn = null;
        currentSortOrder = null;
      }
    } else {
      // Sort by this column, ascending order
      bomSortFunction = comparator;
      currentSortColumn = this;
      currentSortColumn.childNodes[1].classList.remove("none");
      currentSortColumn.childNodes[1].classList.add("asc");
      currentSortOrder = "asc";
    }
    populateBomBody();
  }
  return th;
}

function populateBomHeader() {
  while (bomhead.firstChild) {
    bomhead.removeChild(bomhead.firstChild);
  }
  var tr = document.createElement("TR");
  var th = document.createElement("TH");
  th.classList.add("numCol");
  tr.appendChild(th);
  var checkboxCompareClosure = function(checkbox) {
    return (a, b) => {
      var stateA = getCheckboxState(checkbox, a[3]);
      var stateB = getCheckboxState(checkbox, b[3]);
      if (stateA > stateB) return -1;
      if (stateA < stateB) return 1;
      return 0;
    }
  }
  if (settings.bommode == "netlist") {
    th = createColumnHeader("Net name", "bom-netname", (a, b) => {
      if (a > b) return -1;
      if (a < b) return 1;
      return 0;
    });
    tr.appendChild(th);
  } else {
    for (var checkbox of settings.checkboxes) {
      th = createColumnHeader(
        checkbox, "bom-checkbox", checkboxCompareClosure(checkbox));
      th.onclick = fancyDblClickHandler(
        th, th.onclick.bind(th), checkboxSetUnsetAllHandler(checkbox));
      tr.appendChild(th);
    }
    tr.appendChild(createColumnHeader("References", "References", (a, b) => {
      var i = 0;
      while (i < a[3].length && i < b[3].length) {
        if (a[3][i] != b[3][i]) return a[3][i] > b[3][i] ? 1 : -1;
        i++;
      }
      return a[3].length - b[3].length;
    }));
    // Extra fields
    if (config.extra_fields.length > 0) {
      var extraFieldCompareClosure = function(fieldIndex) {
        return (a, b) => {
          var fa = a[4][fieldIndex];
          var fb = b[4][fieldIndex];
          if (fa != fb) return fa > fb ? 1 : -1;
          else return 0;
        }
      }
      for (var i in config.extra_fields) {
        tr.appendChild(createColumnHeader(
          config.extra_fields[i], "extra", extraFieldCompareClosure(i)));
      }
    }
    tr.appendChild(createColumnHeader("Value", "Value", (a, b) => {
      return valueCompare(a[5], b[5], a[1], b[1]);
    }));
    tr.appendChild(createColumnHeader("Footprint", "Footprint", (a, b) => {
      if (a[2] != b[2]) return a[2] > b[2] ? 1 : -1;
      else return 0;
    }));
    if (settings.bommode == "grouped") {
      tr.appendChild(createColumnHeader("Quantity", "Quantity", (a, b) => {
        return a[3].length - b[3].length;
      }));
    }
  }
  bomhead.appendChild(tr);
}

function populateBomBody() {
  while (bom.firstChild) {
    bom.removeChild(bom.firstChild);
  }
  highlightHandlers = [];
  footprintIndexToHandler = {};
  netsToHandler = {};
  currentHighlightedRowId = null;
  var first = true;
  if (settings.bommode == "netlist") {
    bomtable = pcbdata.nets.slice();
  } else {
    switch (settings.canvaslayout) {
      case 'F':
        bomtable = pcbdata.bom.F.slice();
        break;
      case 'FB':
        bomtable = pcbdata.bom.both.slice();
        break;
      case 'B':
        bomtable = pcbdata.bom.B.slice();
        break;
    }
    if (settings.bommode == "ungrouped") {
      // expand bom table
      expandedTable = []
      for (var bomentry of bomtable) {
        for (var ref of bomentry[3]) {
          expandedTable.push([1, bomentry[1], bomentry[2], [ref], bomentry[4], bomentry[5]]);
        }
      }
      bomtable = expandedTable;
    }
  }
  if (bomSortFunction) {
    bomtable = bomtable.sort(bomSortFunction);
  }
  for (var i in bomtable) {
    var bomentry = bomtable[i];
    if (filter && !entryMatches(bomentry)) {
      continue;
    }
    var references = null;
    var netname = null;
    var tr = document.createElement("TR");
    var td = document.createElement("TD");
    var rownum = +i + 1;
    tr.id = "bomrow" + rownum;
    td.textContent = rownum;
    tr.appendChild(td);
    if (settings.bommode == "netlist") {
      netname = bomentry;
      td = document.createElement("TD");
      td.innerHTML = highlightFilter(netname ? netname : "&lt;no net&gt;");
      tr.appendChild(td);
    } else {
      if (reflookup) {
        references = findRefInEntry(bomentry);
        if (references.length == 0) {
          continue;
        }
      } else {
        references = bomentry[3];
      }
      // Checkboxes
      for (var checkbox of settings.checkboxes) {
        if (checkbox) {
          td = document.createElement("TD");
          var input = document.createElement("input");
          input.type = "checkbox";
          input.onchange = createCheckboxChangeHandler(checkbox, references, tr);
          setBomCheckboxState(checkbox, input, references);
          if (input.checked && settings.darkenWhenChecked == checkbox) {
            tr.classList.add("checked");
          }
          td.appendChild(input);
          tr.appendChild(td);
        }
      }
      // References
      td = document.createElement("TD");
      td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
      tr.appendChild(td);
      // Extra fields
      for (var i in config.extra_fields) {
        td = document.createElement("TD");
        td.innerHTML = highlightFilter(bomentry[4][i]);
        tr.appendChild(td);
      }
      // Value
      td = document.createElement("TD");
      td.innerHTML = highlightFilter(bomentry[1]);
      tr.appendChild(td);
      // Footprint
      td = document.createElement("TD");
      td.innerHTML = highlightFilter(bomentry[2]);
      tr.appendChild(td);
      if (settings.bommode == "grouped") {
        // Quantity
        td = document.createElement("TD");
        td.textContent = bomentry[3].length;
        tr.appendChild(td);
      }
    }
    bom.appendChild(tr);
    var handler = createRowHighlightHandler(tr.id, references, netname);
    tr.onmousemove = handler;
    highlightHandlers.push({
      id: tr.id,
      handler: handler,
    });
    if (references !== null) {
      for (var refIndex of references.map(r => r[1])) {
        footprintIndexToHandler[refIndex] = handler;
      }
    }
    if (netname !== null) {
      netsToHandler[netname] = handler;
    }
    if ((filter || reflookup) && first) {
      handler();
      first = false;
    }
  }
  EventHandler.emitEvent(
    IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT,
    {
      filter: filter,
      reflookup: reflookup,
      checkboxes: settings.checkboxes,
      bommode: settings.bommode,
    });
}

function highlightPreviousRow() {
  if (!currentHighlightedRowId) {
    highlightHandlers[highlightHandlers.length - 1].handler();
  } else {
    if (highlightHandlers.length > 1 &&
      highlightHandlers[0].id == currentHighlightedRowId) {
      highlightHandlers[highlightHandlers.length - 1].handler();
    } else {
      for (var i = 0; i < highlightHandlers.length - 1; i++) {
        if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
          highlightHandlers[i].handler();
          break;
        }
      }
    }
  }
  smoothScrollToRow(currentHighlightedRowId);
}

function highlightNextRow() {
  if (!currentHighlightedRowId) {
    highlightHandlers[0].handler();
  } else {
    if (highlightHandlers.length > 1 &&
      highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
      highlightHandlers[0].handler();
    } else {
      for (var i = 1; i < highlightHandlers.length; i++) {
        if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
          highlightHandlers[i].handler();
          break;
        }
      }
    }
  }
  smoothScrollToRow(currentHighlightedRowId);
}

function populateBomTable() {
  populateBomHeader();
  populateBomBody();
}

function footprintsClicked(footprintIndexes) {
  var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
  for (var i = 1; i <= footprintIndexes.length; i++) {
    var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
    if (refIndex in footprintIndexToHandler) {
      lastClicked = refIndex;
      footprintIndexToHandler[refIndex]();
      smoothScrollToRow(currentHighlightedRowId);
      break;
    }
  }
}

function netClicked(net) {
  if (net in netsToHandler) {
    netsToHandler[net]();
    smoothScrollToRow(currentHighlightedRowId);
  } else {
    clearHighlightedFootprints();
    highlightedNet = net;
    drawHighlights();
  }
}

function updateFilter(input) {
  filter = input.toLowerCase();
  populateBomTable();
}

function updateRefLookup(input) {
  reflookup = input.toLowerCase();
  populateBomTable();
}

function changeCanvasLayout(layout) {
  document.getElementById("fl-btn").classList.remove("depressed");
  document.getElementById("fb-btn").classList.remove("depressed");
  document.getElementById("bl-btn").classList.remove("depressed");
  switch (layout) {
    case 'F':
      document.getElementById("fl-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.collapse(1);
      }
      break;
    case 'B':
      document.getElementById("bl-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.collapse(0);
      }
      break;
    default:
      document.getElementById("fb-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.setSizes([50, 50]);
      }
  }
  settings.canvaslayout = layout;
  writeStorage("canvaslayout", layout);
  resizeAll();
  changeBomMode(settings.bommode);
}

function populateMetadata() {
  document.getElementById("title").innerHTML = pcbdata.metadata.title;
  document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
  document.getElementById("company").innerHTML = pcbdata.metadata.company;
  document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
  if (pcbdata.metadata.title != "") {
    document.title = pcbdata.metadata.title + " BOM";
  }
  // Calculate board stats
  var fp_f = 0, fp_b = 0, pads_f = 0, pads_b = 0, pads_th = 0;
  for (var i = 0; i < pcbdata.footprints.length; i++) {
    if (pcbdata.bom.skipped.includes(i)) continue;
    var mod = pcbdata.footprints[i];
    if (mod.layer == "F") {
      fp_f++;
    } else {
      fp_b++;
    }
    for (var pad of mod.pads) {
      if (pad.type == "th") {
        pads_th++;
      } else {
        if (pad.layers.includes("F")) {
          pads_f++;
        }
        if (pad.layers.includes("B")) {
          pads_b++;
        }
      }
    }
  }
  document.getElementById("stats-components-front").innerHTML = fp_f;
  document.getElementById("stats-components-back").innerHTML = fp_b;
  document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
  document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
  document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
  document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
  document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
  document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
  document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
  document.getElementById("stats-th-pads").innerHTML = pads_th;
  // Update version string
  document.getElementById("github-link").innerHTML = "InteractiveHtmlBom&nbsp;" +
    /^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
}

function changeBomLayout(layout) {
  document.getElementById("bom-btn").classList.remove("depressed");
  document.getElementById("lr-btn").classList.remove("depressed");
  document.getElementById("tb-btn").classList.remove("depressed");
  switch (layout) {
    case 'bom-only':
      document.getElementById("bom-btn").classList.add("depressed");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      document.getElementById("frontcanvas").style.display = "none";
      document.getElementById("backcanvas").style.display = "none";
      document.getElementById("bot").style.height = "";
      break;
    case 'top-bottom':
      document.getElementById("tb-btn").classList.add("depressed");
      document.getElementById("frontcanvas").style.display = "";
      document.getElementById("backcanvas").style.display = "";
      document.getElementById("bot").style.height = "calc(100% - 80px)";
      document.getElementById("bomdiv").classList.remove("split-horizontal");
      document.getElementById("canvasdiv").classList.remove("split-horizontal");
      document.getElementById("frontcanvas").classList.add("split-horizontal");
      document.getElementById("backcanvas").classList.add("split-horizontal");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
        sizes: [50, 50],
        onDragEnd: resizeAll,
        direction: "vertical",
        gutterSize: 5
      });
      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
        sizes: [50, 50],
        gutterSize: 5,
        onDragEnd: resizeAll
      });
      break;
    case 'left-right':
      document.getElementById("lr-btn").classList.add("depressed");
      document.getElementById("frontcanvas").style.display = "";
      document.getElementById("backcanvas").style.display = "";
      document.getElementById("bot").style.height = "calc(100% - 80px)";
      document.getElementById("bomdiv").classList.add("split-horizontal");
      document.getElementById("canvasdiv").classList.add("split-horizontal");
      document.getElementById("frontcanvas").classList.remove("split-horizontal");
      document.getElementById("backcanvas").classList.remove("split-horizontal");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
        sizes: [50, 50],
        onDragEnd: resizeAll,
        gutterSize: 5
      });
      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
        sizes: [50, 50],
        gutterSize: 5,
        direction: "vertical",
        onDragEnd: resizeAll
      });
  }
  settings.bomlayout = layout;
  writeStorage("bomlayout", layout);
  changeCanvasLayout(settings.canvaslayout);
}

function changeBomMode(mode) {
  document.getElementById("bom-grouped-btn").classList.remove("depressed");
  document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
  document.getElementById("bom-netlist-btn").classList.remove("depressed");
  switch (mode) {
    case 'grouped':
      document.getElementById("bom-grouped-btn").classList.add("depressed");
      break;
    case 'ungrouped':
      document.getElementById("bom-ungrouped-btn").classList.add("depressed");
      break;
    case 'netlist':
      document.getElementById("bom-netlist-btn").classList.add("depressed");
  }
  writeStorage("bommode", mode);
  if (mode != settings.bommode) {
    settings.bommode = mode;
    bomSortFunction = null;
    currentSortColumn = null;
    currentSortOrder = null;
    clearHighlightedFootprints();
  }
  populateBomTable();
}

function focusFilterField() {
  focusInputField(document.getElementById("filter"));
}

function focusRefLookupField() {
  focusInputField(document.getElementById("reflookup"));
}

function toggleBomCheckbox(bomrowid, checkboxnum) {
  if (!bomrowid || checkboxnum > settings.checkboxes.length) {
    return;
  }
  var bomrow = document.getElementById(bomrowid);
  var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
  checkbox.checked = !checkbox.checked;
  checkbox.indeterminate = false;
  checkbox.onchange();
}

function checkBomCheckbox(bomrowid, checkboxname) {
  var checkboxnum = 0;
  while (checkboxnum < settings.checkboxes.length &&
    settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
    checkboxnum++;
  }
  if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
    return;
  }
  var bomrow = document.getElementById(bomrowid);
  var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
  checkbox.checked = true;
  checkbox.indeterminate = false;
  checkbox.onchange();
}

function setBomCheckboxes(value) {
  writeStorage("bomCheckboxes", value);
  settings.checkboxes = value.split(",").filter((e) => e);
  prepCheckboxes();
  populateBomTable();
  populateDarkenWhenCheckedOptions();
}

function setDarkenWhenChecked(value) {
  writeStorage("darkenWhenChecked", value);
  settings.darkenWhenChecked = value;
  populateBomTable();
}

function prepCheckboxes() {
  var table = document.getElementById("checkbox-stats");
  while (table.childElementCount > 1) {
    table.removeChild(table.lastChild);
  }
  if (settings.checkboxes.length) {
    table.style.display = "";
  } else {
    table.style.display = "none";
  }
  for (var checkbox of settings.checkboxes) {
    var tr = document.createElement("TR");
    var td = document.createElement("TD");
    td.innerHTML = checkbox;
    tr.appendChild(td);
    td = document.createElement("TD");
    td.id = "checkbox-stats-" + checkbox;
    var progressbar = document.createElement("div");
    progressbar.classList.add("bar");
    td.appendChild(progressbar);
    var text = document.createElement("div");
    text.classList.add("text");
    td.appendChild(text);
    tr.appendChild(td);
    table.appendChild(tr);
    updateCheckboxStats(checkbox);
  }
}

function populateDarkenWhenCheckedOptions() {
  var container = document.getElementById("darkenWhenCheckedContainer");

  if (settings.checkboxes.length == 0) {
    container.parentElement.style.display = "none";
    return;
  }

  container.innerHTML = '';
  container.parentElement.style.display = "inline-block";

  function createOption(name, displayName) {
    var id = "darkenWhenChecked-" + name;

    var div = document.createElement("div");
    div.classList.add("radio-container");

    var input = document.createElement("input");
    input.type = "radio";
    input.name = "darkenWhenChecked";
    input.value = name;
    input.id = id;
    input.onchange = () => setDarkenWhenChecked(name);
    div.appendChild(input);

    // Preserve the selected element when the checkboxes change
    if (name == settings.darkenWhenChecked) {
      input.checked = true;
    }

    var label = document.createElement("label");
    label.innerHTML = displayName;
    label.htmlFor = id;
    div.appendChild(label);

    container.appendChild(div);
  }
  createOption("", "None");
  for (var checkbox of settings.checkboxes) {
    createOption(checkbox, checkbox);
  }
}

function updateCheckboxStats(checkbox) {
  var checked = getStoredCheckboxRefs(checkbox).size;
  var total = pcbdata.footprints.length - pcbdata.bom.skipped.length;
  var percent = checked * 100.0 / total;
  var td = document.getElementById("checkbox-stats-" + checkbox);
  td.firstChild.style.width = percent + "%";
  td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
}

document.onkeydown = function(e) {
  switch (e.key) {
    case "n":
      if (document.activeElement.type == "text") {
        return;
      }
      if (currentHighlightedRowId !== null) {
        checkBomCheckbox(currentHighlightedRowId, "placed");
        highlightNextRow();
        e.preventDefault();
      }
      break;
    case "ArrowUp":
      highlightPreviousRow();
      e.preventDefault();
      break;
    case "ArrowDown":
      highlightNextRow();
      e.preventDefault();
      break;
    default:
      break;
  }
  if (e.altKey) {
    switch (e.key) {
      case "f":
        focusFilterField();
        e.preventDefault();
        break;
      case "r":
        focusRefLookupField();
        e.preventDefault();
        break;
      case "z":
        changeBomLayout("bom-only");
        e.preventDefault();
        break;
      case "x":
        changeBomLayout("left-right");
        e.preventDefault();
        break;
      case "c":
        changeBomLayout("top-bottom");
        e.preventDefault();
        break;
      case "v":
        changeCanvasLayout("F");
        e.preventDefault();
        break;
      case "b":
        changeCanvasLayout("FB");
        e.preventDefault();
        break;
      case "n":
        changeCanvasLayout("B");
        e.preventDefault();
        break;
      default:
        break;
    }
    if (e.key >= '1' && e.key <= '9') {
      toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
    }
  }
}

function hideNetlistButton() {
  document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
  document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
  document.getElementById("bom-netlist-btn").style.display = "none";
}

window.onload = function(e) {
  initUtils();
  initRender();
  initStorage();
  initDefaults();
  cleanGutters();
  populateMetadata();
  dbgdiv = document.getElementById("dbg");
  bom = document.getElementById("bombody");
  bomhead = document.getElementById("bomhead");
  filter = "";
  reflookup = "";
  if (!("nets" in pcbdata)) {
    hideNetlistButton();
  }
  initDone = true;
  prepCheckboxes();
  // Triggers render
  changeBomLayout(settings.bomlayout);

  // Users may leave fullscreen without touching the checkbox. Uncheck.
  document.addEventListener('fullscreenchange', () => {
    if (!document.fullscreenElement)
      document.getElementById('fullscreenCheckbox').checked = false;
  });
}

window.onresize = resizeAll;
window.matchMedia("print").addListener(resizeAll);

///////////////////////////////////////////////

///////////////////////////////////////////////

///////////////////////////////////////////////
  </script>
</head>

<body>

<div id="topmostdiv" class="topmostdiv">
  <div id="top">
    <div style="float: right; height: 100%;">
      <div class="hideonprint menu" style="float: right; top: 8px;">
        <button class="menubtn"></button>
        <div class="menu-content">
          <label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
            <input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
            Dark mode
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
            <input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
            Full Screen
          </label>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
            Fab layer
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
            Silkscreen
          </label>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
            References
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
            Values
          </label>
          <div id="tracksAndZonesCheckboxes">
            <label class="menu-label" style="width: calc(50% - 18px)">
              <input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
              Tracks
            </label><!-- This comment eats space! All of it!
            --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
              <input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
              Zones
            </label>
          </div>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
            Pads
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
            DNP outlined
          </label>
          <label class="menu-label">
            <input id="highlightpin1Checkbox" type="checkbox" onchange="setHighlightPin1(this.checked)">
            Highlight first pin
          </label>
          <label class="menu-label">
            <input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
            Continuous redraw on drag
          </label>
          <label class="menu-label">
            <span>Board rotation</span>
            <span style="float: right"><span id="rotationDegree">0</span>&#176;</span>
            <input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
          </label>
          <label class="menu-label">
            <div style="margin-left: 5px">Bom checkboxes</div>
            <input id="bomCheckboxes" class="menu-textbox" type=text
                   oninput="setBomCheckboxes(this.value)">
          </label>
          <label class="menu-label">
            <div style="margin-left: 5px">Darken when checked</div>
            <div id="darkenWhenCheckedContainer"></div>
          </label>
          <label class="menu-label">
            <span class="shameless-plug">
              <span>Created using</span>
              <a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
            </span>
          </label>
        </div>
      </div>
      <div class="button-container hideonprint"
           style="float: right; position: relative; top: 8px">
        <button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
                title="Front only">F
        </button>
        <button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
                title="Front and Back">FB
        </button>
        <button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
                title="Back only">B
        </button>
      </div>
      <div class="button-container hideonprint"
           style="float: right; position: relative; top: 8px">
        <button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
                title="BOM only"></button>
        <button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
                title="BOM left, drawings right"></button>
        <button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
                title="BOM top, drawings bot"></button>
      </div>
      <div class="button-container hideonprint"
           style="float: right; position: relative; top: 8px">
        <button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
                title="Grouped BOM"></button>
        <button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
                title="Ungrouped BOM"></button>
        <button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
                title="Netlist"></button>
      </div>
      <div class="hideonprint menu" style="float: right; top: 8px;">
        <button class="statsbtn"></button>
        <div class="menu-content">
          <table class="stats">
            <tbody>
              <tr>
                <td width="40%">Board stats</td>
                <td>Front</td>
                <td>Back</td>
                <td>Total</td>
              </tr>
              <tr>
                <td>Components</td>
                <td id="stats-components-front">~</td>
                <td id="stats-components-back">~</td>
                <td id="stats-components-total">~</td>
              </tr>
              <tr>
                <td>Groups</td>
                <td id="stats-groups-front">~</td>
                <td id="stats-groups-back">~</td>
                <td id="stats-groups-total">~</td>
              </tr>
              <tr>
                <td>SMD pads</td>
                <td id="stats-smd-pads-front">~</td>
                <td id="stats-smd-pads-back">~</td>
                <td id="stats-smd-pads-total">~</td>
              </tr>
              <tr>
                <td>TH pads</td>
                <td colspan=3 id="stats-th-pads">~</td>
              </tr>
            </tbody>
          </table>
          <table class="stats">
            <col width="40%"/><col />
            <tbody id="checkbox-stats">
              <tr>
                <td colspan=2 style="border-top: 0">Checkboxes</td>
              </tr>
            </tbody>
          </table>
        </div>
      </div>
      <div class="hideonprint menu" style="float: right; top: 8px;">
        <button class="iobtn"></button>
        <div class="menu-content">
          <div class="menu-label menu-label-top">
            <div style="margin-left: 5px;">Save board image</div>
            <div class="flexbox">
              <input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
              <span>X</span>
              <input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
            </div>
            <label>
              <input id="render-save-transparent" type="checkbox">
              Transparent background
            </label>
            <div class="flexbox">
              <button class="savebtn" onclick="saveImage('F')">Front</button>
              <button class="savebtn" onclick="saveImage('B')">Back</button>
            </div>
          </div>
          <div class="menu-label">
            <span style="margin-left: 5px;">Config and checkbox state</span>
            <div class="flexbox">
              <button class="savebtn" onclick="saveSettings()">Export</button>
              <button class="savebtn" onclick="loadSettings()">Import</button>
            </div>
          </div>
        </div>
      </div>
    </div>
    <div id="fileinfodiv" style="overflow: auto;">
      <table class="fileinfo">
        <tbody>
          <tr>
            <td id="title" class="title" style="width: 70%">
              Title
            </td>
            <td id="revision" class="title" style="width: 30%">
              Revision
            </td>
          </tr>
          <tr>
            <td id="company">
              Company
            </td>
            <td id="filedate">
              Date
            </td>
          </tr>
        </tbody>
      </table>
    </div>
  </div>
  <div id="bot" class="split" style="height: calc(100% - 80px)">
    <div id="bomdiv" class="split split-horizontal">
      <div style="width: 100%">
        <input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
               oninput="updateRefLookup(this.value)">
        <input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
               oninput="updateFilter(this.value)">
        <div class="button-container hideonprint" style="float: left; margin: 0;">
          <button id="copy" title="Copy bom table to clipboard"
               onclick="copyToClipboard()"></button>
        </div>
      </div>
      <div id="dbg"></div>
      <table class="bom">
        <thead id="bomhead">
        </thead>
        <tbody id="bombody">
        </tbody>
      </table>
    </div>
    <div id="canvasdiv" class="split split-horizontal">
      <div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
        <div style="position: relative; width: 100%; height: 100%;">
          <canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
          <canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
          <canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
          <canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
        </div>
      </div>
      <div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
        <div style="position: relative; width: 100%; height: 100%;">
          <canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
          <canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
          <canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
          <canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
        </div>
      </div>
    </div>
  </div>
</div>

</body>

</html>
